The rules for finding the derivatives of these two logarithmic functions are: i.e., it is of the form log a x (or) ln x.
The derivative of a x is, d/dx (a x) = a x ln a.ĭerivative Rules of Logarithmic FunctionsĪ logarithmic function involves a logarithm (either common or natural logarithm).The derivative of e x is, d/dx (e x) = e x.We will see the rules for the derivatives of exponential functions. There are mainly two types of exponential functions: e x and a x, where 'e' is Euler's number and 'a' is any constant. The exponential function is a function whose base is a constant and whose exponent is a variable. Derivative Rules of Exponential Functions If you want to see the proof of each derivative rule, click on the respective link.
Let us see the differentiation rules of different types of functions. Differentiation Rules of Different Functions
